Math, asked by aaryan77, 1 year ago

find the greatest number that will divide 445 572 and 699 leaving remainder 4 ,5, 6 respectively.​

Answers

Answered by anmol8626
32

Answer: 63

Step-by-step explanation: When we subtract the numbers from its reminder then we can get the number which can be divided by the greatest common divisor.

Therefore,

445 - 4 = 441

572 - 5 = 567

699 - 6 = 693

●●●●●●

441 = 3^2 × 7^2

567 = 3^4 × 7

693 = 3^2 × 7

For HCF we take the smallest exponent of the common factors

= 3^2 × 7

=63

Therefore 63 is the greatest number.

Answered by sayak2k1moyoukh
10

Answer:63

Step-by-step explanation:.........

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